关于不定方程(sum from X=1 to n(x^y))~5=(sum from X=1 to n(x^z))~t

On the Indeterminate Equation (sum from X=1 to n(x^y))~5=(sum from X=1 to n(x^z))~t

本文利用∑nk=1kp的形式表达式解决了不定方程(∑nx=1xy)s=(∑nx=1xz)t.

In this paper, we apply formal identity of ∑nk=1k^p,and solve the indeterminate equation (∑nx=1x^y)~s=(∑nx=1x^z)~t.